Matches in Harvard for { ?s ?p 11. The integration of sines / Pascal -- 12. Partial integration / Pascal -- 13. Computation of [pi] by successive interpolations / Wallis -- 14. The fundamental theorem of calculus / Barrow -- 15. Evolutes and involutes / Huygens -- Chapter V. Newton, Leibniz, and their school -- 1. The first publication of his differential calculus / Leibniz -- 2. The first publication of his integral calculus / Leibniz -- 3. The fundamental theorem of calculus / Leibniz -- 4. Binomial series / Newton and Gregory -- 5. Prime and ultimate ratios / Newton -- 6. Genita and moments / Newton -- 7. Quadrature of curves / Newton -- 8. The analysis of the infinitesimally small / L'Hôpital -- 9. Sequences and series / Jakob Bernoulli -- 10. Integration / Johann Bernoulli -- 11. The Taylor series / Taylor -- 12. The analyst / Berkeley -- 13. On series and extremes / Maclaurin -- 14. On limits / D'Alembert -- 15. Trigonometry / Euler -- . }
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- catalog description "11. The integration of sines / Pascal -- 12. Partial integration / Pascal -- 13. Computation of [pi] by successive interpolations / Wallis -- 14. The fundamental theorem of calculus / Barrow -- 15. Evolutes and involutes / Huygens -- Chapter V. Newton, Leibniz, and their school -- 1. The first publication of his differential calculus / Leibniz -- 2. The first publication of his integral calculus / Leibniz -- 3. The fundamental theorem of calculus / Leibniz -- 4. Binomial series / Newton and Gregory -- 5. Prime and ultimate ratios / Newton -- 6. Genita and moments / Newton -- 7. Quadrature of curves / Newton -- 8. The analysis of the infinitesimally small / L'Hôpital -- 9. Sequences and series / Jakob Bernoulli -- 10. Integration / Johann Bernoulli -- 11. The Taylor series / Taylor -- 12. The analyst / Berkeley -- 13. On series and extremes / Maclaurin -- 14. On limits / D'Alembert -- 15. Trigonometry / Euler -- ".
- catalog tableOfContents "11. The integration of sines / Pascal -- 12. Partial integration / Pascal -- 13. Computation of [pi] by successive interpolations / Wallis -- 14. The fundamental theorem of calculus / Barrow -- 15. Evolutes and involutes / Huygens -- Chapter V. Newton, Leibniz, and their school -- 1. The first publication of his differential calculus / Leibniz -- 2. The first publication of his integral calculus / Leibniz -- 3. The fundamental theorem of calculus / Leibniz -- 4. Binomial series / Newton and Gregory -- 5. Prime and ultimate ratios / Newton -- 6. Genita and moments / Newton -- 7. Quadrature of curves / Newton -- 8. The analysis of the infinitesimally small / L'Hôpital -- 9. Sequences and series / Jakob Bernoulli -- 10. Integration / Johann Bernoulli -- 11. The Taylor series / Taylor -- 12. The analyst / Berkeley -- 13. On series and extremes / Maclaurin -- 14. On limits / D'Alembert -- 15. Trigonometry / Euler -- ".